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FengChao Wang

Researcher at University of Science and Technology of China

Publications -  132
Citations -  9739

FengChao Wang is an academic researcher from University of Science and Technology of China. The author has contributed to research in topics: Graphene & Chemistry. The author has an hindex of 36, co-authored 111 publications receiving 7246 citations. Previous affiliations of FengChao Wang include Chinese Academy of Sciences & University of Manchester.

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Molecular mechanism of viscoelastic polymer enhanced oil recovery in nanopores.

TL;DR: It is found that the interactions between polymer chains and oil provide an additional pulling effect on extracting the residual oil trapped in dead-end nanopores, which plays a key role in increasing the oil displacement efficiency.
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Anisotropic growth of buckling-driven wrinkles in graphene monolayer

TL;DR: The chirality-along-preferred transition of compressed buckling in a graphene monolayer leads to an improved fundamental understanding of the dynamics mechanism of graphene-based nanodevices, especially for the nanodesvices with high frequency response.
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Generating quasi-single-cycle relativistic laser pulses by laser-foil interaction.

TL;DR: Using two-dimensional particle-in-cell simulation and analytical modeling, it is found that a transmitted pulse of duration 4 fs and peak intensity 3 x 10{20} W/cm{2} can be generated from a circularly polarized laser pulse.
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Ion acceleration with mixed solid targets interacting with circularly polarized lasers

TL;DR: In this article, the interaction of a circularly polarized laser pulse with a mixed solid target containing two species of ions is studied by particle in cell simulations and analytical model, and it is demonstrated that the acceleration is more efficient for the heavier ions than that in plasmas containing a single kind of heavy ion and the acceleration efficiency is higher when its proportion is lower.
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Effect of a Single Nanoparticle on the Contact Line Motion

TL;DR: The basic theory presented in this paper can be applied to explain and regulate the dynamics of the contact line involved in many physical processes such as evaporation and spreading.